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The greatest common divisor of two positive integers is defined in Ex- ample 2. Let a and b be positive integers and g their GCD.

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The greatest common divisor of two positive integers is defined in Ex- ample 2. Let a and b be positive integers and g their GCD. It is always possible to find two integers s and t such that s*a + t*b g. Write a recursive Python function, GCD2, based on GCD (Figure 1.9) so that GCD2(a,b) returns a list of three numbers: [g,s,t having the property that g is the GCD of a and b, and s*a t*b- g. Note that s and t do not have to be positive. Be sure to include some large integers in your test runs. Your program must use recursion intelligently and should not just use recursion to search through all possible pairs of integers

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